Question

The diagonal of an isosceles right angled triangle is 102 cm

Answer 1

Step-by-step explanation:

Answer

AnswerGiven, perimeter of isosceles triangle = 544cm

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be b

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given condition

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cm

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cmArea of =

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cmArea of ==

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cmArea of ===

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cmArea of ==== 102 × √ 18496

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cmArea of ==== 102 × √ 18496= 102 × 136

AnswerGiven, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cmArea of ==== 102 × √ 18496= 102 × 136= 13872 cm2

Answer 2

Answer:

Step-by-step explanation:

perimeter of isosceles triangle = 544cm

Given, perimeter of isosceles triangle = 544cmLet length of base side be b

Given, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given condition

Given, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =

Given, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base

Given, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒

Given, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒

Given, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b

Given, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b

Given, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm

Given, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =

, perimeter of isosceles triangle = 544cmLet length of base side be bThen according to the given conditionLength of equal side =Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒⇒⇒ 544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cm

Given, perimeter of isosceles triangle = 544cm

Let length of base  544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cmArea of =

544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cmArea of ==

544 × 6 = 16b⇒ 3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cmArea of ===

544 × 6 = 16b

3264 = 16 b⇒ b = 204 cm⇒ equal side (a) =⇒ a =170 cmArea of ==== 102 × √ 18496

Perimeter of isosceles triangle = 2a +b, where a is equal side and b is base⇒ 544 × 6 = 16b

3264 = 16 b

b = 204 cm

equal side (a) =⇒ a =170 cmArea of = 102 × √ 18496= 102 × 136

Perimeter of isosceles triangle = 2a +b

, where a is equal side and b is base⇒

544 × 6 = 16b

3264 = 16 b

b = 204 cm

equal side (a) =a =170 cm

Area of = 102 × √ 18496

102 × 136= 13872 cm2